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						<h1 itemprop="headline">Talk - Maia G. Vergniory: &quot;Materials using topological quantum chemistry&quot;</h1>
						
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														Thursday 16  November 2017,
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														&nbsp;at 11:15 -  12:00
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									<h3>Materials using topological quantum chemistry</h3>
<h3><br>Maia G. Vergniory<br>Donostia International Physics Center, 20018 Donostia-San Sebastian,Spain<br>University of the Basque Country, Bilbao, Spain<br><a href="mailto:maia.garcia@ehu.es">maia.garcia@ehu.es</a></h3>
<p>&nbsp;</p>
<p><strong>Abstract</strong><br>During this talk, I will examine topological metals and insulators stabilized by any of the<br>230 crystal symmetry groups. By defining the concept of elementary band representations<br>of the double group augmented by time reversal, we can predict how many bands are<br>connected in momentum space based on the lattice positions (Wyckoff multiplicities) and<br>character (s,p,d) of the elements/orbitals existent in the material. This allows for the<br>prediction of symmetry-enforced semimetals whenever the valence number of electrons<br>that occupies the orbitals is a fraction of the band connectivity. Our theory also provides a<br>set of rules of how bands can be connected in momentum space when the centre of charge<br>is not at a Wyckoff position or when it does not respect local time reversal or spatial<br>symmetries. In this sense we are able to predict new topological insulators (time reversal,<br>crystalline, non-symmorphic). A set of new family of materials and its properties will be<br>presented as well.
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<p><strong>References:</strong><br>[1] B. Bradlyn et al. Science 353 (6299), aaf5037<br>[2] B. Bradlyn et al. Nature 547, 298–305 (2017)</p>
								
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